Load libraries

library(Seurat)
library(princurve)
library(Revelio)
library(monocle)
library(gprofiler2)
library(seriation)
library(Matrix)
library(dplyr)
library(RColorBrewer)
library(ggplot2)
library(ggExtra)
library(cowplot)
library(wesanderson)

#Set ggplot theme as classic
theme_set(theme_classic())

Load integrated datasets

WT.KO.integrated <- readRDS("WT_KO.integrated.RDS")
DimPlot(WT.KO.integrated,
        reduction = "integrated_spring",
        group.by = "Lineage",
        pt.size = 1,
        cols =   c("#cc391b","#e7823a","#969696","#026c9a")
        ) + NoAxes()

Pseudotime in the WT

Extract CR and CP neurons

Neurons.data <-  subset(WT.KO.integrated,
                        subset = Lineage %in% c("Cajal-Retzius_neurons", "Pallial_neurons") & orig.ident == "Hem1" & Cell.ident.WT %in% c("Cajal-Retzius_neurons", "Pallial_neurons"))

DimPlot(Neurons.data,
        group.by = "Lineage",
        reduction = "integrated_spring",
        pt.size = 1,
        cols =  c("#cc391b","#026c9a")
        ) + NoAxes()

rm(WT.KO.integrated)
gc()
##            used  (Mb) gc trigger   (Mb)   max used   (Mb)
## Ncells  3373041 180.2    6124515  327.1    5658522  302.2
## Vcells 85672311 653.7  997791854 7612.6 1064969495 8125.1

Fit principale curve on the two lineages

Cajal-Retzius cells

Trajectories.Hem <- Neurons.data@meta.data %>%
                    select("Barcodes", "nCount_RNA", "Spring_1", "Spring_2", "AP_signature","BP_signature", "EN_signature", "LN_signature", "Lineage") %>%
                    filter(Lineage == "Cajal-Retzius_neurons")
fit <- principal_curve(as.matrix(Trajectories.Hem[,c("Spring_1", "Spring_2")]),
                       smoother='lowess',
                       trace=TRUE,
                       f = .7,
                       stretch=0)
## Starting curve---distance^2: 11526697569
## Iteration 1---distance^2: 13397620
## Iteration 2---distance^2: 13420664
## Iteration 3---distance^2: 13422248
#The principal curve smoothed
Hem.pc.line <- as.data.frame(fit$s[order(fit$lambda),]) 

#Pseudotime score
Trajectories.Hem$PseudotimeScore <- fit$lambda/max(fit$lambda)
if (cor(Trajectories.Hem$PseudotimeScore, Neurons.data@assays$RNA@data['Hmga2', Trajectories.Hem$Barcodes]) > 0) {
  Trajectories.Hem$PseudotimeScore <- -(Trajectories.Hem$PseudotimeScore - max(Trajectories.Hem$PseudotimeScore))
}

Pallial neurons

Trajectories.Pallial <- Neurons.data@meta.data %>%
                        select("Barcodes", "nCount_RNA", "Spring_1", "Spring_2", "AP_signature","BP_signature", "EN_signature", "LN_signature", "Lineage") %>%
                        filter(Lineage == "Pallial_neurons")
fit <- principal_curve(as.matrix(Trajectories.Pallial[,c("Spring_1", "Spring_2")]),
                       smoother='lowess',
                       trace=TRUE,
                       f = .7,
                       stretch=0)
## Starting curve---distance^2: 6447222830
## Iteration 1---distance^2: 10179991
## Iteration 2---distance^2: 10187204
#The principal curve smoothed
Pallial.pc.line <- as.data.frame(fit$s[order(fit$lambda),])

#Pseudotime score
Trajectories.Pallial$PseudotimeScore <- fit$lambda/max(fit$lambda)
if (cor(Trajectories.Pallial$PseudotimeScore, Neurons.data@assays$RNA@data['Hmga2', Trajectories.Pallial$Barcodes]) > 0) {
  Trajectories.Pallial$PseudotimeScore <- -(Trajectories.Pallial$PseudotimeScore - max(Trajectories.Pallial$PseudotimeScore))
}

Combine the two trajectories’ data

Trajectories.neurons <- rbind(Trajectories.Pallial, Trajectories.Hem)
cols <- brewer.pal(n =11, name = "Spectral")

ggplot(Trajectories.neurons, aes(Spring_1, Spring_2)) +
  geom_point(aes(color=PseudotimeScore), size=2, shape=16) + 
  scale_color_gradientn(colours=rev(cols), name='Speudotime score') +
  geom_line(data=Pallial.pc.line, color="#026c9a", size=0.77) +
  geom_line(data=Hem.pc.line, color="#cc391b", size=0.77)

Shift Pseudotime in both lineage

Since we observe the first 25% of both trajectories are occupied by few, likely progenitor cells, we shift this cell along the axis

Pseudotime.intervals <- Trajectories.neurons%>%
                          select(Lineage, PseudotimeScore) %>%
                          mutate(Pseudotime.bins = cut(Trajectories.neurons$PseudotimeScore, seq(0, max(Trajectories.neurons$PseudotimeScore) + 0.05, 0.05), dig.lab = 2, right = FALSE)) %>%
                          group_by(Lineage, Pseudotime.bins) %>%
                          summarise(n=n())

ggplot(Pseudotime.intervals, aes(x=Pseudotime.bins, y=n, fill=Lineage)) +
        geom_bar(stat = "identity", width = 0.90) +
        theme(axis.text.x = element_text(angle = 45, hjust=1))+
        scale_fill_manual(values= c("#cc391b", "#026c9a"))

score <- sapply(Trajectories.neurons$PseudotimeScore,
                FUN = function(x) if (x <= 0.2) {x= 0.2} else { x=x })

Trajectories.neurons$PseudotimeScore.shifted <- (score - min(score)) / (max(score) - min(score))
ggplot(Trajectories.neurons, aes(x= PseudotimeScore.shifted, y= nCount_RNA/10000)) +
        geom_point(aes(color= Lineage), size=0.5) +
        scale_color_manual(values= c("#cc391b", "#026c9a")) +
        geom_smooth(method="loess", n= 50, aes(color= Lineage)) +
        ylim(0,NA)

rm(list = ls()[!ls() %in% c("Trajectories.neurons")])

Load progenitors with cell cycle trajectory fitted

Progenitors.data <- readRDS("../ProgenitorsDiversity/Progenitors.RDS")
table(Progenitors.data$Cell_ident)
## 
## Dorso-Medial_pallium                  Hem       Medial_pallium 
##                 3451                 1954                 2719

To balance the number of progenitors in both domain we will only work with Hem and Medial_pallium annotated cells. Since we are using pallial cell to contrast CR specific trajectory we think this approximation will not significantly affect our analysis.

Progenitors.data <-  subset(Progenitors.data, subset = Cell_ident %in% c("Hem", "Medial_pallium") & orig.ident == "Hem1")
p1 <- DimPlot(Progenitors.data,
        reduction = "spring",
        pt.size = 0.5,
        cols =  c("#e3c148", "#e46b6b")) + NoAxes()

p2 <- FeaturePlot(object = Progenitors.data,
            features = "Revelio.cc",
            pt.size = 0.5,
            cols = rev(brewer.pal(10,"Spectral")),
            reduction = "spring",
            order = T) & NoAxes()

p3 <- DimPlot(object = Progenitors.data,
        group.by = "Revelio.phase",
        pt.size = 0.5,
        reduction = "spring",
        cols =  c(wes_palette("FantasticFox1")[1:3],"grey40",wes_palette("FantasticFox1")[5])) & NoAxes()

p1 + p2 + p3  + patchwork::plot_layout(ncol = 2)

Combined progenitors and neurons along Pseudotime

# Start with neurons data
Trajectories.all <- Trajectories.neurons %>% select(Barcodes, nCount_RNA, Spring_1, Spring_2, Lineage)

Trajectories.all$Pseudotime <- Trajectories.neurons$PseudotimeScore.shifted + 0.5
Trajectories.all$Phase <- NA
# Add progenitors data
Trajectories.progenitors <- Progenitors.data@meta.data %>%
                              select(Barcodes, nCount_RNA, Spring_1, Spring_2) %>% 
                              mutate(Lineage= ifelse(Progenitors.data$Cell_ident == "Medial_pallium", "Pallial_neurons", "Cajal-Retzius_neurons") ,
                                     Pseudotime= Progenitors.data$Revelio.cc/2,
                                     Phase = Progenitors.data$Revelio.phase)
Trajectories.WT<- rbind(Trajectories.all, Trajectories.progenitors)

Trajectories.WT$Phase <- factor(Trajectories.WT$Phase, levels = c("G1.S", "S", "G2", "G2.M", "M.G1"))
p1 <- ggplot(Trajectories.WT, aes(Spring_1, Spring_2)) +
        geom_point(aes(color=Pseudotime), size=0.5) + 
        scale_color_gradientn(colours=rev(brewer.pal(n =11, name = "Spectral")), name='Pseudotime score')

p2 <- ggplot(Trajectories.WT, aes(Spring_1, Spring_2)) +
        geom_point(aes(color= Lineage), size=0.5) +
        scale_color_manual(values= c("#cc391b", "#026c9a"))

p1 + p2

p1 <- ggplot(Trajectories.WT, aes(x= Pseudotime, y= nCount_RNA/10000)) +
        geom_point(aes(color= Phase), size=0.5) +
        scale_color_manual(values= c(wes_palette("FantasticFox1")[1:3],"grey40",wes_palette("FantasticFox1")[5])) +
        geom_smooth(method="loess", n= 50, fill="grey") +
        ylim(0,NA)

p2 <- ggplot(Trajectories.WT, aes(x= Pseudotime, y= nCount_RNA/10000)) +
        geom_point(aes(color= Lineage), size=0.5) +
        scale_color_manual(values= c("#cc391b", "#026c9a")) +
        geom_smooth(method="loess", n= 50, fill="grey") +
        ylim(0,NA)

p1 / p2

rm(list = ls()[!ls() %in% c("Trajectories.WT")])
gc()
##           used  (Mb) gc trigger   (Mb)   max used   (Mb)
## Ncells 3459504 184.8    6124515  327.1    6124515  327.1
## Vcells 6012773  45.9  798233484 6090.1 1064969495 8125.1

Pseudotime in the KO

WT.KO.integrated <- readRDS("WT_KO.integrated.RDS")

Extract CR and pallial neurons

Neurons.data <-  subset(WT.KO.integrated,
                        subset = Lineage %in% c("Cajal-Retzius_neurons", "Pallial_neurons") & orig.ident == "Gmnc_KO" & Cell.ident.KO %in% c("Neuron_prob.2", "Neuron_prob.3"))

DimPlot(Neurons.data,
        group.by = "Lineage",
        reduction = "integrated_spring",
        pt.size = 1,
        cols =  c("#cc391b","#026c9a")
        ) + NoAxes()

Fit principale curve on the two lineages

fit <- principal_curve(as.matrix(Neurons.data@meta.data[,c("Spring_1", "Spring_2")]),
                       smoother='lowess',
                       trace=TRUE,
                       f = 1,
                       stretch=0)
## Starting curve---distance^2: 76242448164
## Iteration 1---distance^2: 48308567
## Iteration 2---distance^2: 49237931
## Iteration 3---distance^2: 50119026
## Iteration 4---distance^2: 51105768
## Iteration 5---distance^2: 51819999
## Iteration 6---distance^2: 52369574
## Iteration 7---distance^2: 52732675
## Iteration 8---distance^2: 52936995
## Iteration 9---distance^2: 53060989
## Iteration 10---distance^2: 53117718
#Pseudotime score
PseudotimeScore <- fit$lambda/max(fit$lambda)

if (cor(PseudotimeScore, Neurons.data@assays$RNA@data['Hmga2', ]) > 0) {
  Neurons.data$PseudotimeScore <- -(PseudotimeScore - max(PseudotimeScore))
}

cols <- brewer.pal(n =11, name = "Spectral")

ggplot(Neurons.data@meta.data, aes(Spring_1, Spring_2)) +
  geom_point(aes(color=PseudotimeScore), size=2, shape=16) + 
  scale_color_gradientn(colours=rev(cols), name='Pseudotime score')

Shift pseudotime score

score <- sapply(Neurons.data$PseudotimeScore,
                FUN = function(x) if (x <= 0.25) {x= 0.25} else { x=x })

Neurons.data$PseudotimeScore.shifted <- (score - min(score)) / (max(score) - min(score))
ggplot(Neurons.data@meta.data, aes(x= PseudotimeScore.shifted, y= nCount_RNA/10000)) +
        geom_point(aes(color= Lineage), size=0.5) +
        scale_color_manual(values= c("#cc391b", "#026c9a")) +
        geom_smooth(method="loess", n= 50, aes(color= Lineage)) +
        ylim(0,NA)

Fit cell cycle trajectory on progenitors

To balance the number of progenitors in both domain we will only work with Hem and Medial_pallium annotated cells. Since we are using pallial cell to contrast CR specific trajectory we think this approximation will not significantly affect our analysis.

Progenitors.data <-  subset(WT.KO.integrated,
                            subset = Lineage %in% c("Cajal-Retzius_neurons", "Pallial_neurons") & orig.ident == "Gmnc_KO" & Cell.ident.KO %in% c("Hem", "Medial_pallium"))

DimPlot(Progenitors.data,
        reduction = "integrated_spring",
        group.by = "Cell.ident.KO",
        pt.size = 1,
        cols =  c("#cc391b","#026c9a")
        ) + NoAxes()

rm(WT.KO.integrated)
gc()
##             used   (Mb) gc trigger   (Mb)   max used    (Mb)
## Ncells   3507538  187.4    6124515  327.1    6124515   327.1
## Vcells 298001637 2273.6 1144872256 8734.7 1331671352 10159.9

Prepare data for Revelio

rawCounts <- as.matrix(Progenitors.data[["RNA"]]@counts)

# Filter genes expressed by less than 10 cells
num.cells <- Matrix::rowSums(rawCounts > 0)
genes.use <- names(x = num.cells[which(x = num.cells >= 10)])
rawCounts <- rawCounts[genes.use, ]

Run Revelio

CCgenes <- read.table("../ChoroidPlexus_trajectory/CCgenes.csv", sep = ";", header = T)

We can now follow the tutorial form the package github page

myData <- createRevelioObject(rawData = rawCounts,
                              cyclicGenes = CCgenes,
                              lowernGeneCutoff = 0,
                              uppernUMICutoff = Inf,
                              ccPhaseAssignBasedOnIndividualBatches = F)
## 2022-06-13 15:19:40: reading data: 5.59secs
rm("rawCounts")
gc()
##             used   (Mb) gc trigger   (Mb)   max used    (Mb)
## Ncells   3503173  187.1    6126737  327.3    6126737   327.3
## Vcells 357827865 2730.1 1144872590 8734.7 1331671700 10159.9

The getCellCyclePhaseAssignInformation filter “outlier” cells for cell cycle phase assignation. We modified the function to keep all cells as we observed this does not affect the global cell cycle fitting procedure

source("../Functions/functions_InitializationCCPhaseAssignFiltering.R")

myData <- getCellCyclePhaseAssign_allcells(myData)
## 2022-06-13 15:19:55: assigning cell cycle phases: 32.85secs
myData <- getPCAData(dataList = myData)
## 2022-06-13 15:20:45: calculating PCA: 25.35secs
myData <- getOptimalRotation(dataList = myData)
## 2022-06-13 15:21:10: calculating optimal rotation: 14.21secs

Graphical assesment of cell cycle fitting

CellCycledata <- cbind(as.data.frame(t(myData@transformedData$dc$data[1:2,])),
                       nUMI= myData@cellInfo$nUMI,
                       Revelio.phase = factor(myData@cellInfo$ccPhase, levels = c("G1.S", "S", "G2", "G2.M", "M.G1")),
                       Revelio.cc= myData@cellInfo$ccPercentageUniformlySpaced,
                       Domain= Progenitors.data$Cell.ident.KO)
p1 <- ggplot(CellCycledata, aes(DC1, DC2)) +
        geom_point(aes(color = Revelio.phase), size= 0.5) +
        scale_color_manual(values= c(wes_palette("FantasticFox1")[1:3],"grey40",wes_palette("FantasticFox1")[5]))

p2 <- ggplot(CellCycledata, aes(DC1, DC2)) +
        geom_point(aes(color = Domain), size = 0.5) +
        scale_color_manual(values= c("#cc391b","#026c9a"))

p3 <- ggplot(CellCycledata, aes(DC1, DC2)) +
        geom_point(aes(color=Revelio.cc), size=0.5, shape=16) + 
        scale_color_gradientn(colours=rev(colorRampPalette(brewer.pal(n =11, name = "Spectral"))(100)),
                              name='Revelio_cc')

p4 <- ggplot(CellCycledata, aes(x= Revelio.cc, y= nUMI/10000)) +
        geom_point(aes(color= Revelio.phase), size=0.5) +
        scale_color_manual(values= c(wes_palette("FantasticFox1")[1:3],"grey40",wes_palette("FantasticFox1")[5])) +
        geom_smooth(method="loess", n= 50, fill="grey") +
        ylim(0,NA)

(p1 + p2) /(p3 + p4)

Progenitors.data$Revelio.phase <- CellCycledata$Revelio.phase
Progenitors.data$Revelio.cc <- CellCycledata$Revelio.cc

p1 <- FeaturePlot(object = Progenitors.data,
                  features = "Revelio.cc",
                  pt.size = 1,
                  cols = rev(brewer.pal(10,"Spectral")),
                  reduction = "integrated_spring",
                  order = T) & NoAxes()

p2 <- DimPlot(object = Progenitors.data,
              group.by = "Revelio.phase",
              pt.size = 1,
              reduction = "integrated_spring",
              cols =  c(wes_palette("FantasticFox1")[1:3],"grey40",wes_palette("FantasticFox1")[5])) & NoAxes()

p1 / p2

Transfert learn cell cycle axis

Progenitors <- Progenitors.data@meta.data %>% select(Barcodes, nCount_RNA, Spring_1, Spring_2, Lineage)

Progenitors$PseudotimeScore <- CellCycledata$Revelio.cc
Progenitors$nUMI <- Progenitors.data$nCount_RNA

Combine Progenitors and differentiating neurons data

# Start with neurons data
Trajectories.all <- Neurons.data@meta.data %>% select(Barcodes, nCount_RNA, Spring_1, Spring_2, Lineage)

Trajectories.all$Pseudotime <- Neurons.data$PseudotimeScore.shifted + 0.5
Trajectories.all$Phase <- NA
# Add progenitors data
Trajectories.progenitors <- Progenitors %>%
                              select(Barcodes, nCount_RNA, Spring_1, Spring_2, Lineage) %>% 
                              mutate(Pseudotime= Progenitors.data$Revelio.cc/2,
                                     Phase = Progenitors.data$Revelio.phase)
Trajectories.KO <- rbind(Trajectories.all, Trajectories.progenitors)

Trajectories.KO$Phase <- factor(Trajectories.KO$Phase, levels = c("G1.S", "S", "G2", "G2.M", "M.G1"))
p1 <- ggplot(Trajectories.KO, aes(Spring_1, Spring_2)) +
        geom_point(aes(color=Pseudotime), size=0.5) + 
        scale_color_gradientn(colours=rev(brewer.pal(n =11, name = "Spectral")), name='Pseudotime score')

p2 <- ggplot(Trajectories.KO, aes(Spring_1, Spring_2)) +
        geom_point(aes(color= Lineage), size=0.5) +
        scale_color_manual(values= c("#cc391b", "#026c9a"))

p1 + p2

p1 <- ggplot(Trajectories.KO, aes(x= Pseudotime, y= nCount_RNA/10000)) +
        geom_point(aes(color= Phase), size=0.5) +
        scale_color_manual(values= c(wes_palette("FantasticFox1")[1:3],"grey40",wes_palette("FantasticFox1")[5])) +
        geom_smooth(method="loess", n= 50, fill="grey") +
        ylim(0,NA)

p2 <- ggplot(Trajectories.KO, aes(x= Pseudotime, y= nCount_RNA/10000)) +
        geom_point(aes(color= Lineage), size=0.5) +
        scale_color_manual(values= c("#cc391b", "#026c9a")) +
        geom_smooth(aes(color= Lineage), method="loess", n= 50, fill="grey") +
        ylim(0,NA)

p1 / p2

Trajectories <- rbind(Trajectories.KO, Trajectories.WT)

rm(list = ls()[!ls() %in% c("Trajectories")])

Subset the full integrated dataset

WT.KO.integrated <- readRDS("WT_KO.integrated.RDS")

meta.data <- WT.KO.integrated@meta.data[Trajectories$Barcodes,]
meta.data$Pseudotime <- Trajectories$Pseudotime
meta.data$Phase <- Trajectories$Phase
WT.KO.integrated <- CreateSeuratObject(counts = WT.KO.integrated@assays$RNA@counts[, Trajectories$Barcodes],
                                       meta.data = meta.data)

spring <- as.matrix(WT.KO.integrated@meta.data %>% select("Integrated_Spring_1", "Integrated_Spring_2"))
  
WT.KO.integrated[["integrated_spring"]] <- CreateDimReducObject(embeddings = spring, key = "Spring_", assay = DefaultAssay(WT.KO.integrated))
p1 <- FeaturePlot(object = WT.KO.integrated,
            features = "Pseudotime",
            pt.size = 0.5,
            cols = rev(colorRampPalette(brewer.pal(n =11, name = "Spectral"))(100)),
            reduction = "integrated_spring",
            order = T) & NoAxes()

p2 <- DimPlot(object = WT.KO.integrated,
        group.by = "Lineage",
        pt.size = 0.5,
        reduction = "integrated_spring",
        cols =  c("#cc391b", "#026c9a")) & NoAxes()


p3 <- DimPlot(object = WT.KO.integrated,
        group.by = "Phase",
        pt.size = 0.5,
        reduction = "integrated_spring",
        cols =  c(wes_palette("FantasticFox1")[1:3],"grey40",wes_palette("FantasticFox1")[5])) & NoAxes()

p1 + p2 + p3

ggsave("~/Bureau/Fig4_MM/Spring_WT_KO_Pseudotime.pdf",
       device = "pdf",
       dpi = "retina")

Normalization

WT.KO.integrated <- NormalizeData(WT.KO.integrated, normalization.method = "LogNormalize", scale.factor = 10000, assay = "RNA")
WT.KO.integrated <- FindVariableFeatures(WT.KO.integrated, selection.method = "disp", nfeatures = 6500, assay = "RNA")

Plot some genes along pseudotime

source("../Functions/functions_GeneTrends.R")

Plot.Genes.trend(Seurat.data= WT.KO.integrated,
                 group.by = "Genotype",
                 genes= c("Gas1","Sox2",
                          "Neurog2", "Btg2",
                          "Tbr1", "Mapt",
                          "Trp73", "Foxg1"))

ggsave("~/Bureau/Fig4_MM/Neuro-Genes_trend_WT-KO.pdf",
       width = 15, height = 9,
       device = "pdf",
       dpi = "retina")
Plot.Genes.trend(Seurat.data= WT.KO.integrated,
                 group.by = "Genotype",
                 genes= c("Gmnc", "Mcidas",
                          "Ccno", "Ccdc67",
                          "Foxj1", "Trp73",
                          "Lhx1", "Cdkn1a"))

ggsave("~/Bureau/Fig4_MM/Gmnc-Genes_trend_WT-KO.pdf",
       width = 15, height = 9,
       device = "pdf",
       dpi = "retina")
CR <- WT.KO.integrated@meta.data %>% filter(Lineage == "Cajal-Retzius_neurons") %>% select(Barcodes,Pseudotime,orig.ident)

CR.genes <- as.data.frame(t(WT.KO.integrated@assays$RNA@data[c("Cacna2d2","Reln", "Nhlh2", "Ebf3"),CR$Barcodes]))
CR.genes$Pseudotime <- CR$Pseudotime
CR.genes$Genotype <- factor(CR$orig.ident, levels = c("Hem1", "Gmnc_KO") ) 

CR.genes  <- reshape2::melt(CR.genes, id = c("Pseudotime", "Genotype"))


ggplot(CR.genes, aes(x= Pseudotime, y= value)) +
  geom_smooth(method="loess", n= 50, aes(color= variable, linetype= Genotype)) +
  scale_color_manual(values= c(wes_palette("FantasticFox1")[1:3],wes_palette("FantasticFox1")[5])) +
  ylim(0,NA)

ggsave("~/Bureau/Fig4_MM/CR-Genes_trend_WT-KO.pdf",
       width = 5, height = 2,
       device = "pdf",
       dpi = "retina")

Use monocle2 to model gene expression along cycling axis

rm(list = ls()[!ls() %in% c("WT.KO.integrated")])
gc()
##             used  (Mb) gc trigger   (Mb)   max used    (Mb)
## Ncells   3530260 188.6    6124515  327.1    6124515   327.1
## Vcells 106889623 815.6  879313093 6708.7 1331671352 10159.9

Initialize a monocle object

# Transfer metadata
Annot.data  <- new('AnnotatedDataFrame',
                   data = data.frame(Barcode= WT.KO.integrated$Barcodes,
                                     Lineage= WT.KO.integrated$Lineage,
                                     Pseudotime= WT.KO.integrated$Pseudotime,
                                     Phase= WT.KO.integrated$Phase,
                                     Genotype= WT.KO.integrated$orig.ident))

# Transfer counts data
var.genes <- WT.KO.integrated[["RNA"]]@var.features

feature.data <- new('AnnotatedDataFrame',
                    data = data.frame(gene_short_name = rownames(WT.KO.integrated[["RNA"]]@counts[var.genes,]),
                                      row.names = rownames(WT.KO.integrated[["RNA"]]@counts[var.genes,])))

# Create the CellDataSet object including variable genes only
gbm_cds <- newCellDataSet(WT.KO.integrated[["RNA"]]@counts[var.genes,],
                              phenoData = Annot.data,
                              featureData = feature.data,
                              lowerDetectionLimit = 0,
                              expressionFamily = negbinomial())
gbm_cds <- estimateSizeFactors(gbm_cds)
gbm_cds <- estimateDispersions(gbm_cds)
gbm_cds <- detectGenes(gbm_cds, min_expr = 0.1)
rm(list = ls()[!ls() %in% c("WT.KO.integrated", "gbm_cds")])
gc()
##             used  (Mb) gc trigger   (Mb)   max used    (Mb)
## Ncells   3604149 192.5    6124515  327.1    6124515   327.1
## Vcells 129853465 990.8  703450475 5367.0 1331671352 10159.9

Plot WT CR dynamic genes along WT and KO trajectories

All CR enriched genes identified in the WT dataset

# Load WT CR variable genes along pseudotime
WT.CR.genes <- read.table("../CajalRetzius_trajectory/CR_dynamic_genes.csv", sep = ";", header = T)

# Extract CR lineage in both genotypes
CR.pData <- pData(gbm_cds) %>% subset(Lineage == "Cajal-Retzius_neurons")

# Create a new pseudotime vector of 300 points
nPoints <- 300

new_data = list()
for (Genotype in unique(CR.pData$Genotype)){
  new_data[[length(new_data) + 1]] = data.frame(Pseudotime = seq(min(CR.pData$Pseudotime), max(CR.pData$Pseudotime), length.out = nPoints), Genotype= Genotype)
}

new_data = do.call(rbind, new_data)

# Smooth gene expression
Diff.curve_matrix <- genSmoothCurves(gbm_cds[WT.CR.genes$Gene, CR.pData$Barcode],
                                      trend_formula = "~sm.ns(Pseudotime, df = 3)*Genotype",
                                      relative_expr = TRUE,
                                      new_data = new_data,
                                      cores= parallel::detectCores() - 2)
Pseudotime.genes.clusters <- cluster::pam(as.dist((1 - cor(Matrix::t(Diff.curve_matrix[,301:600]),method = "pearson"))), k= 5)

CR.Gene.dynamique <- data.frame(Gene= names(Pseudotime.genes.clusters$clustering),
                                Waves= Pseudotime.genes.clusters$clustering,
                                Gene.Clusters = Pseudotime.genes.clusters$clustering) %>% arrange(Gene.Clusters)

row.names(CR.Gene.dynamique) <- CR.Gene.dynamique$Gene
CR.Gene.dynamique$Gene.Clusters <- paste0("Clust.", CR.Gene.dynamique$Gene.Clusters)
# Order the rows using seriation
dst <- as.dist((1-cor(scale(t(Diff.curve_matrix[,301:600])), method = "pearson")))
row.ser <- seriation::seriate(dst, method ="R2E") #"R2E" #TSP #"GW" "GW_ward"
gene.order <- rownames(Diff.curve_matrix[,301:600][get_order(row.ser),])

# Set annotation colors
pal <- wes_palette("Darjeeling1")
anno.colors <- list(lineage = c(Gmnc_KO="#026c9a", Gmnc_WT="#cc391b"),
                    Gene.Clusters = c(Clust.1 =pal[1] , Clust.2=pal[2], Clust.3=pal[3], Clust.4=pal[4], Clust.5=pal[5]))


pheatmap::pheatmap(Diff.curve_matrix[gene.order,
                                c(300:1,#KO 
                                  301:600)], #WT
                   scale = "row",
                   cluster_rows = F,
                   cluster_cols = F,
                   annotation_row = CR.Gene.dynamique %>% dplyr::select(Gene.Clusters),
                   annotation_col = data.frame(lineage = rep(c("Gmnc_KO","Gmnc_WT"), each=300)),
                   annotation_colors = anno.colors,
                   show_colnames = F,
                   show_rownames = F,
                   fontsize_row = 8,
                   border_color = NA,
                   color =  viridis::viridis(9),
                   breaks = seq(-2.5,2.5, length.out = 9),
                   main = "")

gene.order <- gene.order[c(382:622,1:381)]

heatmap.gene <- pheatmap::pheatmap(Diff.curve_matrix[gene.order,
                                    c(300:1,#Pal 
                                      301:600)], #CR
                       scale = "row",
                       cluster_rows = F,
                       cluster_cols = F,
                       annotation_row = CR.Gene.dynamique %>% dplyr::select(Gene.Clusters),
                       annotation_col = data.frame(lineage = rep(c("Gmnc_KO","Gmnc_WT"), each=300)),
                       annotation_colors = anno.colors,
                       show_colnames = F,
                       gaps_col = c(200,400),
                       show_rownames = F,
                       fontsize_row = 8,
                       border_color = NA,
                       color =  viridis::viridis(9),
                       breaks = seq(-2.5,2.5, length.out = 9),
                       main = "WT CR enriched genes along GmncKO and GmncWT CR trajectories")

pdf("~/Bureau/Fig4_MM/heatmap_Fig2Genes_WT-KO.pdf", width=5, height=5)
grid::grid.newpage()
grid::grid.draw(heatmap.gene$gtable)
dev.off()
## png 
##   2
anno.colors <- list(Cell.state = c(Cycling_RG="#046c9a", Differentiating_cells="#ebcb2e"),
                    Gene.Clusters = c(Clust.1 =pal[1] , Clust.2=pal[2], Clust.3=pal[3], Clust.4=pal[4], Clust.5=pal[5]))

col.anno <- data.frame(Cell.state = rep(c("Cycling_RG","Differentiating_cells"), c(100,200)))
rownames(col.anno) <- 301:600

pheatmap::pheatmap(Diff.curve_matrix[gene.order,
                                c(301:600)], #CR
                   scale = "row",
                   cluster_rows = F,
                   cluster_cols = F,
                   annotation_row = CR.Gene.dynamique %>% dplyr::select(Gene.Clusters),
                   annotation_col = col.anno,
                   annotation_colors = anno.colors,
                   gaps_col = 100,
                   show_colnames = F,
                   show_rownames = F,
                   fontsize_row = 8,
                   border_color = NA,
                   color =  viridis::viridis(9),
                   breaks = seq(-2.5,2.5, length.out = 9),
                   main = "WT CR enriched genes along GmncKO and GmncWT CR trajectories")

anno.colors <- list(Cell.state = c(Cycling_RG="#046c9a", Differentiating_cells="#ebcb2e"),
                    Gene.Clusters = c(Clust.1 =pal[1] , Clust.2=pal[2], Clust.3=pal[3], Clust.4=pal[4], Clust.5=pal[5]))

pheatmap::pheatmap(Diff.curve_matrix[gene.order,
                                c(1:300)], #CR
                   scale = "row",
                   cluster_rows = F,
                   cluster_cols = F,
                   annotation_row = CR.Gene.dynamique %>% dplyr::select(Gene.Clusters),
                   annotation_col = data.frame(Cell.state = rep(c("Cycling_RG","Differentiating_cells"), c(100,200))),
                   annotation_colors = anno.colors,
                   show_colnames = F,
                   show_rownames = F,
                   gaps_col = 100,
                   fontsize_row = 8,
                   border_color = NA,
                   color =  viridis::viridis(9),
                   breaks = seq(-2.5,2.5, length.out = 9),
                   main = "WT CR enriched genes along GmncKO CR trajectories")

CR <- WT.KO.integrated@meta.data %>% filter(Lineage == "Cajal-Retzius_neurons") %>% select(Barcodes,Pseudotime,orig.ident)

CR.genes <- as.data.frame(t(WT.KO.integrated@assays$RNA@data[c("Gmnc","Trp73", "Lhx1", "Barhl2"),CR$Barcodes]))
CR.genes$Pseudotime <- CR$Pseudotime
CR.genes$Genotype <- factor(CR$orig.ident, levels = c("Hem1", "Gmnc_KO") ) 

CR.genes  <- reshape2::melt(CR.genes, id = c("Pseudotime", "Genotype"))


ggplot(CR.genes, aes(x= Pseudotime, y= value)) +
  geom_smooth(method="loess", n= 50, aes(color= variable, linetype= Genotype)) +
  scale_color_manual(values= c(wes_palette("FantasticFox1")[1:3],wes_palette("FantasticFox1")[5])) +
  ylim(0,NA)

ggsave("~/Bureau/Fig4_MM/Medial-CR_Genes-trend_WT-KO.pdf",
       width = 5, height = 2,
       device = "pdf",
       dpi = "retina")

TF only

# Set annotation colors
pal <- wes_palette("Darjeeling1")
anno.colors <- list(lineage = c(Gmnc_KO="#026c9a", Gmnc_WT="#cc391b"),
                    Gene.Clusters = c(Clust.1 =pal[1] , Clust.2=pal[2], Clust.3=pal[3], Clust.4=pal[4], Clust.5=pal[5]))

TFs <- read.table("TF.csv", sep = ";")[,1]

gene.order <- gene.order[gene.order %in% TFs]

heatmap.gene <- pheatmap::pheatmap(Diff.curve_matrix[gene.order,
                                c(300:1,#KO 
                                  301:600)], #WT
                       scale = "row",
                       cluster_rows = F,
                       cluster_cols = F,
                       annotation_row = CR.Gene.dynamique %>% dplyr::select(Gene.Clusters),
                       annotation_col = data.frame(lineage = rep(c("Gmnc_KO","Gmnc_WT"), each=300)),
                       annotation_colors = anno.colors,
                       show_colnames = F,
                       show_rownames = T,
                       fontsize_row = 8,
                       border_color = NA,
                       color =  viridis::viridis(9),
                       breaks = seq(-2.5,2.5, length.out = 9),
                       main = "WT CR dynamic TFs along GmncWT and KO trajectories")

DEG genes in the KO

Find DEG in the KO

KO.pData <- pData(gbm_cds) %>% subset(Genotype == "Gmnc_KO")

pseudo.maturation.diff <- differentialGeneTest(gbm_cds[fData(gbm_cds)$num_cells_expressed > 80, KO.pData$Barcode], 
                                                 fullModelFormulaStr = "~sm.ns(Pseudotime, df = 3)*Lineage", 
                                                 reducedModelFormulaStr = "~sm.ns(Pseudotime, df = 3)", 
                                                 cores = parallel::detectCores() - 2)

# Filter genes based on FDR
pseudo.maturation.diff.filtered <- pseudo.maturation.diff %>% filter(qval < 1e-40)
# Create a new pseudo-DV vector of 300 points
nPoints <- 300

new_data = list()
for (Lineage in unique(KO.pData$Lineage)){
  new_data[[length(new_data) + 1]] = data.frame(Pseudotime = seq(min(KO.pData$Pseudotime), max(KO.pData$Pseudotime), length.out = nPoints), Lineage=Lineage)
}

new_data = do.call(rbind, new_data)

# Smooth gene expression
Diff.curve_matrix <- genSmoothCurves(gbm_cds[as.character(pseudo.maturation.diff.filtered$gene_short_name), KO.pData$Barcode],
                                      trend_formula = "~sm.ns(Pseudotime, df = 3)*Lineage",
                                      relative_expr = TRUE,
                                      new_data = new_data,
                                      cores= parallel::detectCores() - 2)

Compute the ABC for each gene

# Extract matrix containing smoothed curves for each lineages
Pal_curve_matrix <- Diff.curve_matrix[, 1:nPoints] #Pallial points
CR_curve_matrix <- Diff.curve_matrix[, (nPoints + 1):(2 * nPoints)] #CR points

# Direction of the comparison : postive ABCs <=> Upregulated in CR lineage
ABCs_res <- CR_curve_matrix - Pal_curve_matrix

# Average logFC between the 2 curves
ILR_res <- log2(CR_curve_matrix/ (Pal_curve_matrix + 0.1)) 
  
ABCs_res <- apply(ABCs_res, 1, function(x, nPoints) {
                  avg_delta_x <- (x[1:(nPoints - 1)] + x[2:(nPoints)])/2
                  step <- (100/(nPoints - 1))
                  res <- round(sum(avg_delta_x * step), 3)
                  return(res)},
                  nPoints = nPoints) # Compute the area below the curve
  
ABCs_res <- cbind(ABCs_res, ILR_res[,ncol(ILR_res)])
colnames(ABCs_res)<- c("ABCs", "Endpoint_ILR")

# Import ABC values into the DE test results table
pseudo.maturation.diff.filtered <- cbind(pseudo.maturation.diff.filtered[,1:4],
                                         ABCs_res,
                                         pseudo.maturation.diff.filtered[,5:6])

KO Cajal-Retzius cells specific trajectory analysis

# Extract Cajal-Retzius expressed genes
CR.res <- as.data.frame(pseudo.maturation.diff.filtered[pseudo.maturation.diff.filtered$ABCs > 0,])
CR.genes <- row.names(CR.res)

CR_curve_matrix <- CR_curve_matrix[CR.genes, ]
Pseudotime.genes.clusters <- cluster::pam(as.dist((1 - cor(Matrix::t(CR_curve_matrix),method = "pearson"))), k= 5)

CR.Gene.dynamique <- data.frame(Gene= names(Pseudotime.genes.clusters$clustering),
                                 Waves= Pseudotime.genes.clusters$clustering,
                                 Gene.Clusters = Pseudotime.genes.clusters$clustering,
                                 q.val = CR.res$qval,
                                 ABCs= CR.res$ABCs
                                 ) %>% arrange(Gene.Clusters)

row.names(CR.Gene.dynamique) <- CR.Gene.dynamique$Gene
CR.Gene.dynamique$Gene.Clusters <- paste0("Clust.", CR.Gene.dynamique$Gene.Clusters)

write.table(CR.Gene.dynamique, "KO_CR_dynamic_genes.csv", sep = ";", quote = F, row.names = F)
# Order the rows using seriation
dst <- as.dist((1-cor(scale(t(CR_curve_matrix)), method = "pearson")))
row.ser <- seriation::seriate(dst, method ="R2E") #"R2E" #TSP #"GW" "GW_ward"
gene.order <- rownames(CR_curve_matrix[get_order(row.ser),])

# Set annotation colors
pal <- wes_palette("Darjeeling1")
anno.colors <- list(lineage = c(KO_Pallial_neurons="#026c9a", KO_Cajal_Retzius="#cc391b"),
                    Gene.Clusters = c(Clust.1 =pal[1] , Clust.2=pal[2], Clust.3=pal[3], Clust.4=pal[4], Clust.5=pal[5]))


pheatmap::pheatmap(Diff.curve_matrix[gene.order,
                                c(300:1,#Pal 
                                  301:600)], #CR
                   scale = "row",
                   cluster_rows = F,
                   cluster_cols = F,
                   annotation_row = CR.Gene.dynamique %>% dplyr::select(Gene.Clusters),
                   annotation_col = data.frame(lineage = rep(c("KO_Pallial_neurons","KO_Cajal_Retzius"), each=300)),
                   annotation_colors = anno.colors,
                   show_colnames = F,
                   show_rownames = F,
                   fontsize_row = 8,
                   color =  viridis::viridis(9),
                   breaks = seq(-2.5,2.5, length.out = 9),
                   main = "")

pheatmap::pheatmap(Diff.curve_matrix[gene.order[c(235:1,292:236)],
                                c(300:1,#Pal 
                                  301:600)], #CR
                   scale = "row",
                   cluster_rows = F,
                   cluster_cols = F,
                   annotation_row = CR.Gene.dynamique %>% dplyr::select(Gene.Clusters),
                   annotation_col = data.frame(lineage = rep(c("KO_Pallial_neurons","KO_Cajal_Retzius"), each=300)),
                   annotation_colors = anno.colors,
                   show_colnames = F,
                   show_rownames = F,
                   fontsize_row = 8,
                   color =  viridis::viridis(9),
                   breaks = seq(-2.5,2.5, length.out = 9),
                   main = "")

Session Info

#date
format(Sys.time(), "%d %B, %Y, %H,%M")
## [1] "15 juin, 2022, 15,42"
#Packages used
sessionInfo()
## R version 4.2.0 (2022-04-22)
## Platform: x86_64-pc-linux-gnu (64-bit)
## Running under: Ubuntu 20.04.4 LTS
## 
## Matrix products: default
## BLAS:   /usr/lib/x86_64-linux-gnu/blas/libblas.so.3.9.0
## LAPACK: /usr/lib/x86_64-linux-gnu/lapack/liblapack.so.3.9.0
## 
## locale:
##  [1] LC_CTYPE=fr_FR.UTF-8       LC_NUMERIC=C              
##  [3] LC_TIME=fr_FR.UTF-8        LC_COLLATE=fr_FR.UTF-8    
##  [5] LC_MONETARY=fr_FR.UTF-8    LC_MESSAGES=fr_FR.UTF-8   
##  [7] LC_PAPER=fr_FR.UTF-8       LC_NAME=C                 
##  [9] LC_ADDRESS=C               LC_TELEPHONE=C            
## [11] LC_MEASUREMENT=fr_FR.UTF-8 LC_IDENTIFICATION=C       
## 
## attached base packages:
## [1] splines   stats4    stats     graphics  grDevices utils     datasets 
## [8] methods   base     
## 
## other attached packages:
##  [1] wesanderson_0.3.6   cowplot_1.1.1       ggExtra_0.9        
##  [4] RColorBrewer_1.1-2  dplyr_1.0.7         seriation_1.3.1    
##  [7] gprofiler2_0.2.1    monocle_2.22.0      DDRTree_0.1.5      
## [10] irlba_2.3.3         VGAM_1.1-5          ggplot2_3.3.5      
## [13] Biobase_2.54.0      BiocGenerics_0.40.0 Matrix_1.4-1       
## [16] Revelio_0.1.0       princurve_2.1.6     SeuratObject_4.0.4 
## [19] Seurat_4.0.5       
## 
## loaded via a namespace (and not attached):
##   [1] plyr_1.8.6            igraph_1.2.11         lazyeval_0.2.2       
##   [4] densityClust_0.3      listenv_0.8.0         scattermore_0.7      
##   [7] fastICA_1.2-3         digest_0.6.29         foreach_1.5.1        
##  [10] htmltools_0.5.2       viridis_0.6.2         fansi_0.5.0          
##  [13] magrittr_2.0.2        tensor_1.5            cluster_2.1.3        
##  [16] ROCR_1.0-11           limma_3.50.0          globals_0.14.0       
##  [19] matrixStats_0.61.0    docopt_0.7.1          spatstat.sparse_2.0-0
##  [22] colorspace_2.0-2      ggrepel_0.9.1         xfun_0.28            
##  [25] sparsesvd_0.2         crayon_1.4.2          jsonlite_1.7.2       
##  [28] spatstat.data_2.1-0   survival_3.2-13       zoo_1.8-9            
##  [31] iterators_1.0.13      glue_1.5.1            polyclip_1.10-0      
##  [34] registry_0.5-1        gtable_0.3.0          leiden_0.3.9         
##  [37] future.apply_1.8.1    abind_1.4-5           scales_1.1.1         
##  [40] pheatmap_1.0.12       DBI_1.1.1             miniUI_0.1.1.1       
##  [43] Rcpp_1.0.8            viridisLite_0.4.0     xtable_1.8-4         
##  [46] reticulate_1.22       spatstat.core_2.3-1   htmlwidgets_1.5.4    
##  [49] httr_1.4.2            FNN_1.1.3             ellipsis_0.3.2       
##  [52] ica_1.0-2             farver_2.1.0          pkgconfig_2.0.3      
##  [55] sass_0.4.0            uwot_0.1.10           deldir_1.0-6         
##  [58] utf8_1.2.2            labeling_0.4.2        tidyselect_1.1.1     
##  [61] rlang_0.4.12          reshape2_1.4.4        later_1.3.0          
##  [64] munsell_0.5.0         tools_4.2.0           generics_0.1.1       
##  [67] ggridges_0.5.3        evaluate_0.14         stringr_1.4.0        
##  [70] fastmap_1.1.0         yaml_2.2.1            goftest_1.2-3        
##  [73] knitr_1.36            fitdistrplus_1.1-6    purrr_0.3.4          
##  [76] RANN_2.6.1            pbapply_1.5-0         future_1.23.0        
##  [79] nlme_3.1-153          mime_0.12             slam_0.1-49          
##  [82] compiler_4.2.0        plotly_4.10.0         png_0.1-7            
##  [85] spatstat.utils_2.2-0  tibble_3.1.6          bslib_0.3.1          
##  [88] stringi_1.7.6         highr_0.9             lattice_0.20-45      
##  [91] HSMMSingleCell_1.14.0 vctrs_0.3.8           pillar_1.6.4         
##  [94] lifecycle_1.0.1       spatstat.geom_2.3-0   combinat_0.0-8       
##  [97] lmtest_0.9-39         jquerylib_0.1.4       RcppAnnoy_0.0.19     
## [100] data.table_1.14.2     httpuv_1.6.3          patchwork_1.1.1      
## [103] R6_2.5.1              promises_1.2.0.1      TSP_1.1-11           
## [106] KernSmooth_2.23-20    gridExtra_2.3         parallelly_1.29.0    
## [109] codetools_0.2-18      MASS_7.3-57           assertthat_0.2.1     
## [112] withr_2.4.3           qlcMatrix_0.9.7       sctransform_0.3.2    
## [115] mgcv_1.8-40           parallel_4.2.0        grid_4.2.0           
## [118] rpart_4.1.16          tidyr_1.1.4           rmarkdown_2.11       
## [121] Rtsne_0.15            shiny_1.7.1

  1. Institute of Psychiatry and Neuroscience of Paris, INSERM U1266, 75014, Paris, France, ↩︎

---
title: "Comparison between trajectories in the Gmnc WT/KO"
author:
   - Matthieu Moreau^[Institute of Psychiatry and Neuroscience of Paris, INSERM U1266, 75014, Paris, France, matthieu.moreau@inserm.fr] [![](https://orcid.org/sites/default/files/images/orcid_16x16.png)](https://orcid.org/0000-0002-2592-2373)
date: "`r format(Sys.time(), '%d %B, %Y')`"
output: 
  html_document: 
    code_download: yes
    df_print: tibble
    highlight: haddock
    theme: cosmo
    css: "../style.css"
    toc: yes
    toc_depth: 5
    toc_float:
      collapsed: yes
---

```{r setup, include=FALSE}
knitr::opts_chunk$set(echo = TRUE, fig.align = 'center', message=FALSE, warning=FALSE, cache.lazy = FALSE)

# To use biomart 
new_config <- httr::config(ssl_verifypeer = FALSE)
httr::set_config(new_config, override = FALSE)
```

# Load libraries

```{r message=FALSE, warning=FALSE}
library(Seurat)
library(princurve)
library(Revelio)
library(monocle)
library(gprofiler2)
library(seriation)
library(Matrix)
library(dplyr)
library(RColorBrewer)
library(ggplot2)
library(ggExtra)
library(cowplot)
library(wesanderson)

#Set ggplot theme as classic
theme_set(theme_classic())
```

# Load integrated datasets

```{r}
WT.KO.integrated <- readRDS("WT_KO.integrated.RDS")
```


```{r}
DimPlot(WT.KO.integrated,
        reduction = "integrated_spring",
        group.by = "Lineage",
        pt.size = 1,
        cols =   c("#cc391b","#e7823a","#969696","#026c9a")
        ) + NoAxes()
```

# Pseudotime in the WT

## Extract CR and CP neurons 

```{r}
Neurons.data <-  subset(WT.KO.integrated,
                        subset = Lineage %in% c("Cajal-Retzius_neurons", "Pallial_neurons") & orig.ident == "Hem1" & Cell.ident.WT %in% c("Cajal-Retzius_neurons", "Pallial_neurons"))

DimPlot(Neurons.data,
        group.by = "Lineage",
        reduction = "integrated_spring",
        pt.size = 1,
        cols =  c("#cc391b","#026c9a")
        ) + NoAxes()

rm(WT.KO.integrated)
gc()
```

## Fit principale curve on the two lineages

### Cajal-Retzius cells

```{r}
Trajectories.Hem <- Neurons.data@meta.data %>%
                    select("Barcodes", "nCount_RNA", "Spring_1", "Spring_2", "AP_signature","BP_signature", "EN_signature", "LN_signature", "Lineage") %>%
                    filter(Lineage == "Cajal-Retzius_neurons")
```

```{r}
fit <- principal_curve(as.matrix(Trajectories.Hem[,c("Spring_1", "Spring_2")]),
                       smoother='lowess',
                       trace=TRUE,
                       f = .7,
                       stretch=0)

#The principal curve smoothed
Hem.pc.line <- as.data.frame(fit$s[order(fit$lambda),]) 

#Pseudotime score
Trajectories.Hem$PseudotimeScore <- fit$lambda/max(fit$lambda)

```

```{r}
if (cor(Trajectories.Hem$PseudotimeScore, Neurons.data@assays$RNA@data['Hmga2', Trajectories.Hem$Barcodes]) > 0) {
  Trajectories.Hem$PseudotimeScore <- -(Trajectories.Hem$PseudotimeScore - max(Trajectories.Hem$PseudotimeScore))
}
```

### Pallial neurons

```{r}
Trajectories.Pallial <- Neurons.data@meta.data %>%
                        select("Barcodes", "nCount_RNA", "Spring_1", "Spring_2", "AP_signature","BP_signature", "EN_signature", "LN_signature", "Lineage") %>%
                        filter(Lineage == "Pallial_neurons")
                  
```

```{r}
fit <- principal_curve(as.matrix(Trajectories.Pallial[,c("Spring_1", "Spring_2")]),
                       smoother='lowess',
                       trace=TRUE,
                       f = .7,
                       stretch=0)

#The principal curve smoothed
Pallial.pc.line <- as.data.frame(fit$s[order(fit$lambda),])

#Pseudotime score
Trajectories.Pallial$PseudotimeScore <- fit$lambda/max(fit$lambda)
```

```{r}
if (cor(Trajectories.Pallial$PseudotimeScore, Neurons.data@assays$RNA@data['Hmga2', Trajectories.Pallial$Barcodes]) > 0) {
  Trajectories.Pallial$PseudotimeScore <- -(Trajectories.Pallial$PseudotimeScore - max(Trajectories.Pallial$PseudotimeScore))
}
```

### Combine the two trajectories' data

```{r}
Trajectories.neurons <- rbind(Trajectories.Pallial, Trajectories.Hem)
```

```{r}
cols <- brewer.pal(n =11, name = "Spectral")

ggplot(Trajectories.neurons, aes(Spring_1, Spring_2)) +
  geom_point(aes(color=PseudotimeScore), size=2, shape=16) + 
  scale_color_gradientn(colours=rev(cols), name='Speudotime score') +
  geom_line(data=Pallial.pc.line, color="#026c9a", size=0.77) +
  geom_line(data=Hem.pc.line, color="#cc391b", size=0.77)
```

### Shift Pseudotime in both lineage

Since we observe the first 25% of both trajectories are occupied by few, likely progenitor cells, we shift this cell along the axis

```{r}
Pseudotime.intervals <- Trajectories.neurons%>%
                          select(Lineage, PseudotimeScore) %>%
                          mutate(Pseudotime.bins = cut(Trajectories.neurons$PseudotimeScore, seq(0, max(Trajectories.neurons$PseudotimeScore) + 0.05, 0.05), dig.lab = 2, right = FALSE)) %>%
                          group_by(Lineage, Pseudotime.bins) %>%
                          summarise(n=n())

ggplot(Pseudotime.intervals, aes(x=Pseudotime.bins, y=n, fill=Lineage)) +
        geom_bar(stat = "identity", width = 0.90) +
        theme(axis.text.x = element_text(angle = 45, hjust=1))+
        scale_fill_manual(values= c("#cc391b", "#026c9a"))
```

```{r}
score <- sapply(Trajectories.neurons$PseudotimeScore,
                FUN = function(x) if (x <= 0.2) {x= 0.2} else { x=x })

Trajectories.neurons$PseudotimeScore.shifted <- (score - min(score)) / (max(score) - min(score))
```

```{r}
ggplot(Trajectories.neurons, aes(x= PseudotimeScore.shifted, y= nCount_RNA/10000)) +
        geom_point(aes(color= Lineage), size=0.5) +
        scale_color_manual(values= c("#cc391b", "#026c9a")) +
        geom_smooth(method="loess", n= 50, aes(color= Lineage)) +
        ylim(0,NA)
```

```{r}
rm(list = ls()[!ls() %in% c("Trajectories.neurons")])
```

## Load progenitors with cell cycle trajectory fitted

```{r}
Progenitors.data <- readRDS("../ProgenitorsDiversity/Progenitors.RDS")
```

```{r}
table(Progenitors.data$Cell_ident)
```

To balance the number of progenitors in both domain we will only work with *Hem* and *Medial_pallium* annotated cells. Since we are using pallial cell to contrast CR specific trajectory we think this approximation will not significantly affect our analysis.

```{r}
Progenitors.data <-  subset(Progenitors.data, subset = Cell_ident %in% c("Hem", "Medial_pallium") & orig.ident == "Hem1")
```

```{r fig.dim=c(6, 4)}
p1 <- DimPlot(Progenitors.data,
        reduction = "spring",
        pt.size = 0.5,
        cols =  c("#e3c148", "#e46b6b")) + NoAxes()

p2 <- FeaturePlot(object = Progenitors.data,
            features = "Revelio.cc",
            pt.size = 0.5,
            cols = rev(brewer.pal(10,"Spectral")),
            reduction = "spring",
            order = T) & NoAxes()

p3 <- DimPlot(object = Progenitors.data,
        group.by = "Revelio.phase",
        pt.size = 0.5,
        reduction = "spring",
        cols =  c(wes_palette("FantasticFox1")[1:3],"grey40",wes_palette("FantasticFox1")[5])) & NoAxes()

p1 + p2 + p3  + patchwork::plot_layout(ncol = 2)
```

## Combined progenitors and neurons along Pseudotime

```{r}
# Start with neurons data
Trajectories.all <- Trajectories.neurons %>% select(Barcodes, nCount_RNA, Spring_1, Spring_2, Lineage)

Trajectories.all$Pseudotime <- Trajectories.neurons$PseudotimeScore.shifted + 0.5
Trajectories.all$Phase <- NA
```

```{r}
# Add progenitors data
Trajectories.progenitors <- Progenitors.data@meta.data %>%
                              select(Barcodes, nCount_RNA, Spring_1, Spring_2) %>% 
                              mutate(Lineage= ifelse(Progenitors.data$Cell_ident == "Medial_pallium", "Pallial_neurons", "Cajal-Retzius_neurons") ,
                                     Pseudotime= Progenitors.data$Revelio.cc/2,
                                     Phase = Progenitors.data$Revelio.phase)
```

```{r}
Trajectories.WT<- rbind(Trajectories.all, Trajectories.progenitors)

Trajectories.WT$Phase <- factor(Trajectories.WT$Phase, levels = c("G1.S", "S", "G2", "G2.M", "M.G1"))
```

```{r fig.dim=c(9,3)}
p1 <- ggplot(Trajectories.WT, aes(Spring_1, Spring_2)) +
        geom_point(aes(color=Pseudotime), size=0.5) + 
        scale_color_gradientn(colours=rev(brewer.pal(n =11, name = "Spectral")), name='Pseudotime score')

p2 <- ggplot(Trajectories.WT, aes(Spring_1, Spring_2)) +
        geom_point(aes(color= Lineage), size=0.5) +
        scale_color_manual(values= c("#cc391b", "#026c9a"))

p1 + p2
```

```{r fig.dim=c(9,3)}
p1 <- ggplot(Trajectories.WT, aes(x= Pseudotime, y= nCount_RNA/10000)) +
        geom_point(aes(color= Phase), size=0.5) +
        scale_color_manual(values= c(wes_palette("FantasticFox1")[1:3],"grey40",wes_palette("FantasticFox1")[5])) +
        geom_smooth(method="loess", n= 50, fill="grey") +
        ylim(0,NA)

p2 <- ggplot(Trajectories.WT, aes(x= Pseudotime, y= nCount_RNA/10000)) +
        geom_point(aes(color= Lineage), size=0.5) +
        scale_color_manual(values= c("#cc391b", "#026c9a")) +
        geom_smooth(method="loess", n= 50, fill="grey") +
        ylim(0,NA)

p1 / p2
```
```{r}
rm(list = ls()[!ls() %in% c("Trajectories.WT")])
gc()
```

# Pseudotime in the KO

```{r}
WT.KO.integrated <- readRDS("WT_KO.integrated.RDS")
```

## Extract CR and pallial neurons

```{r}
Neurons.data <-  subset(WT.KO.integrated,
                        subset = Lineage %in% c("Cajal-Retzius_neurons", "Pallial_neurons") & orig.ident == "Gmnc_KO" & Cell.ident.KO %in% c("Neuron_prob.2", "Neuron_prob.3"))

DimPlot(Neurons.data,
        group.by = "Lineage",
        reduction = "integrated_spring",
        pt.size = 1,
        cols =  c("#cc391b","#026c9a")
        ) + NoAxes()
```

## Fit principale curve on the two lineages

```{r}
fit <- principal_curve(as.matrix(Neurons.data@meta.data[,c("Spring_1", "Spring_2")]),
                       smoother='lowess',
                       trace=TRUE,
                       f = 1,
                       stretch=0)
```

```{r}
#Pseudotime score
PseudotimeScore <- fit$lambda/max(fit$lambda)

if (cor(PseudotimeScore, Neurons.data@assays$RNA@data['Hmga2', ]) > 0) {
  Neurons.data$PseudotimeScore <- -(PseudotimeScore - max(PseudotimeScore))
}

cols <- brewer.pal(n =11, name = "Spectral")

ggplot(Neurons.data@meta.data, aes(Spring_1, Spring_2)) +
  geom_point(aes(color=PseudotimeScore), size=2, shape=16) + 
  scale_color_gradientn(colours=rev(cols), name='Pseudotime score')
```

### Shift pseudotime score

```{r}
score <- sapply(Neurons.data$PseudotimeScore,
                FUN = function(x) if (x <= 0.25) {x= 0.25} else { x=x })

Neurons.data$PseudotimeScore.shifted <- (score - min(score)) / (max(score) - min(score))
```


```{r}
ggplot(Neurons.data@meta.data, aes(x= PseudotimeScore.shifted, y= nCount_RNA/10000)) +
        geom_point(aes(color= Lineage), size=0.5) +
        scale_color_manual(values= c("#cc391b", "#026c9a")) +
        geom_smooth(method="loess", n= 50, aes(color= Lineage)) +
        ylim(0,NA)
```

## Fit cell cycle trajectory on progenitors

To balance the number of progenitors in both domain we will only work with *Hem* and *Medial_pallium* annotated cells. Since we are using pallial cell to contrast CR specific trajectory we think this approximation will not significantly affect our analysis.

```{r}
Progenitors.data <-  subset(WT.KO.integrated,
                            subset = Lineage %in% c("Cajal-Retzius_neurons", "Pallial_neurons") & orig.ident == "Gmnc_KO" & Cell.ident.KO %in% c("Hem", "Medial_pallium"))

DimPlot(Progenitors.data,
        reduction = "integrated_spring",
        group.by = "Cell.ident.KO",
        pt.size = 1,
        cols =  c("#cc391b","#026c9a")
        ) + NoAxes()

rm(WT.KO.integrated)
gc()
```

### Prepare data for Revelio

```{r}
rawCounts <- as.matrix(Progenitors.data[["RNA"]]@counts)

# Filter genes expressed by less than 10 cells
num.cells <- Matrix::rowSums(rawCounts > 0)
genes.use <- names(x = num.cells[which(x = num.cells >= 10)])
rawCounts <- rawCounts[genes.use, ]
```

### Run Revelio

```{r}
CCgenes <- read.table("../ChoroidPlexus_trajectory/CCgenes.csv", sep = ";", header = T)
```

We can now follow the tutorial form the [package github page](https://github.com/danielschw188/Revelio)


```{r cache=TRUE}
myData <- createRevelioObject(rawData = rawCounts,
                              cyclicGenes = CCgenes,
                              lowernGeneCutoff = 0,
                              uppernUMICutoff = Inf,
                              ccPhaseAssignBasedOnIndividualBatches = F)

rm("rawCounts")
gc()
```

The getCellCyclePhaseAssignInformation filter “outlier” cells for cell cycle phase assignation. We modified the function to keep all cells as we observed this does not affect the global cell cycle fitting procedure

```{r cache=TRUE}
source("../Functions/functions_InitializationCCPhaseAssignFiltering.R")

myData <- getCellCyclePhaseAssign_allcells(myData)
```

```{r cache=TRUE}
myData <- getPCAData(dataList = myData)

myData <- getOptimalRotation(dataList = myData)
```

### Graphical assesment of cell cycle fitting

```{r}
CellCycledata <- cbind(as.data.frame(t(myData@transformedData$dc$data[1:2,])),
                       nUMI= myData@cellInfo$nUMI,
                       Revelio.phase = factor(myData@cellInfo$ccPhase, levels = c("G1.S", "S", "G2", "G2.M", "M.G1")),
                       Revelio.cc= myData@cellInfo$ccPercentageUniformlySpaced,
                       Domain= Progenitors.data$Cell.ident.KO)
```

```{r}
p1 <- ggplot(CellCycledata, aes(DC1, DC2)) +
        geom_point(aes(color = Revelio.phase), size= 0.5) +
        scale_color_manual(values= c(wes_palette("FantasticFox1")[1:3],"grey40",wes_palette("FantasticFox1")[5]))

p2 <- ggplot(CellCycledata, aes(DC1, DC2)) +
        geom_point(aes(color = Domain), size = 0.5) +
        scale_color_manual(values= c("#cc391b","#026c9a"))

p3 <- ggplot(CellCycledata, aes(DC1, DC2)) +
        geom_point(aes(color=Revelio.cc), size=0.5, shape=16) + 
        scale_color_gradientn(colours=rev(colorRampPalette(brewer.pal(n =11, name = "Spectral"))(100)),
                              name='Revelio_cc')

p4 <- ggplot(CellCycledata, aes(x= Revelio.cc, y= nUMI/10000)) +
        geom_point(aes(color= Revelio.phase), size=0.5) +
        scale_color_manual(values= c(wes_palette("FantasticFox1")[1:3],"grey40",wes_palette("FantasticFox1")[5])) +
        geom_smooth(method="loess", n= 50, fill="grey") +
        ylim(0,NA)

(p1 + p2) /(p3 + p4)
```

```{r}
Progenitors.data$Revelio.phase <- CellCycledata$Revelio.phase
Progenitors.data$Revelio.cc <- CellCycledata$Revelio.cc

p1 <- FeaturePlot(object = Progenitors.data,
                  features = "Revelio.cc",
                  pt.size = 1,
                  cols = rev(brewer.pal(10,"Spectral")),
                  reduction = "integrated_spring",
                  order = T) & NoAxes()

p2 <- DimPlot(object = Progenitors.data,
              group.by = "Revelio.phase",
              pt.size = 1,
              reduction = "integrated_spring",
              cols =  c(wes_palette("FantasticFox1")[1:3],"grey40",wes_palette("FantasticFox1")[5])) & NoAxes()

p1 / p2
```

### Transfert learn cell cycle axis

```{r}
Progenitors <- Progenitors.data@meta.data %>% select(Barcodes, nCount_RNA, Spring_1, Spring_2, Lineage)

Progenitors$PseudotimeScore <- CellCycledata$Revelio.cc
Progenitors$nUMI <- Progenitors.data$nCount_RNA
```

## Combine Progenitors and differentiating neurons data

```{r}
# Start with neurons data
Trajectories.all <- Neurons.data@meta.data %>% select(Barcodes, nCount_RNA, Spring_1, Spring_2, Lineage)

Trajectories.all$Pseudotime <- Neurons.data$PseudotimeScore.shifted + 0.5
Trajectories.all$Phase <- NA
```

```{r}
# Add progenitors data
Trajectories.progenitors <- Progenitors %>%
                              select(Barcodes, nCount_RNA, Spring_1, Spring_2, Lineage) %>% 
                              mutate(Pseudotime= Progenitors.data$Revelio.cc/2,
                                     Phase = Progenitors.data$Revelio.phase)
```

```{r}
Trajectories.KO <- rbind(Trajectories.all, Trajectories.progenitors)

Trajectories.KO$Phase <- factor(Trajectories.KO$Phase, levels = c("G1.S", "S", "G2", "G2.M", "M.G1"))
```

```{r}
p1 <- ggplot(Trajectories.KO, aes(Spring_1, Spring_2)) +
        geom_point(aes(color=Pseudotime), size=0.5) + 
        scale_color_gradientn(colours=rev(brewer.pal(n =11, name = "Spectral")), name='Pseudotime score')

p2 <- ggplot(Trajectories.KO, aes(Spring_1, Spring_2)) +
        geom_point(aes(color= Lineage), size=0.5) +
        scale_color_manual(values= c("#cc391b", "#026c9a"))

p1 + p2
```

```{r}
p1 <- ggplot(Trajectories.KO, aes(x= Pseudotime, y= nCount_RNA/10000)) +
        geom_point(aes(color= Phase), size=0.5) +
        scale_color_manual(values= c(wes_palette("FantasticFox1")[1:3],"grey40",wes_palette("FantasticFox1")[5])) +
        geom_smooth(method="loess", n= 50, fill="grey") +
        ylim(0,NA)

p2 <- ggplot(Trajectories.KO, aes(x= Pseudotime, y= nCount_RNA/10000)) +
        geom_point(aes(color= Lineage), size=0.5) +
        scale_color_manual(values= c("#cc391b", "#026c9a")) +
        geom_smooth(aes(color= Lineage), method="loess", n= 50, fill="grey") +
        ylim(0,NA)

p1 / p2
```

```{r}
Trajectories <- rbind(Trajectories.KO, Trajectories.WT)

rm(list = ls()[!ls() %in% c("Trajectories")])
```


# Subset the full integrated dataset

```{r}
WT.KO.integrated <- readRDS("WT_KO.integrated.RDS")

meta.data <- WT.KO.integrated@meta.data[Trajectories$Barcodes,]
meta.data$Pseudotime <- Trajectories$Pseudotime
meta.data$Phase <- Trajectories$Phase
```

```{r}
WT.KO.integrated <- CreateSeuratObject(counts = WT.KO.integrated@assays$RNA@counts[, Trajectories$Barcodes],
                                       meta.data = meta.data)

spring <- as.matrix(WT.KO.integrated@meta.data %>% select("Integrated_Spring_1", "Integrated_Spring_2"))
  
WT.KO.integrated[["integrated_spring"]] <- CreateDimReducObject(embeddings = spring, key = "Spring_", assay = DefaultAssay(WT.KO.integrated))
```

```{r}
p1 <- FeaturePlot(object = WT.KO.integrated,
            features = "Pseudotime",
            pt.size = 0.5,
            cols = rev(colorRampPalette(brewer.pal(n =11, name = "Spectral"))(100)),
            reduction = "integrated_spring",
            order = T) & NoAxes()

p2 <- DimPlot(object = WT.KO.integrated,
        group.by = "Lineage",
        pt.size = 0.5,
        reduction = "integrated_spring",
        cols =  c("#cc391b", "#026c9a")) & NoAxes()


p3 <- DimPlot(object = WT.KO.integrated,
        group.by = "Phase",
        pt.size = 0.5,
        reduction = "integrated_spring",
        cols =  c(wes_palette("FantasticFox1")[1:3],"grey40",wes_palette("FantasticFox1")[5])) & NoAxes()

p1 + p2 + p3

ggsave("~/Bureau/Fig4_MM/Spring_WT_KO_Pseudotime.pdf",
       device = "pdf",
       dpi = "retina")
```

### Normalization

```{r}
WT.KO.integrated <- NormalizeData(WT.KO.integrated, normalization.method = "LogNormalize", scale.factor = 10000, assay = "RNA")
```

```{r}
WT.KO.integrated <- FindVariableFeatures(WT.KO.integrated, selection.method = "disp", nfeatures = 6500, assay = "RNA")
```

### Plot some genes along pseudotime

```{r fig.dim=c(15,9), warning=FALSE}
source("../Functions/functions_GeneTrends.R")

Plot.Genes.trend(Seurat.data= WT.KO.integrated,
                 group.by = "Genotype",
                 genes= c("Gas1","Sox2",
                          "Neurog2", "Btg2",
                          "Tbr1", "Mapt",
                          "Trp73", "Foxg1"))

ggsave("~/Bureau/Fig4_MM/Neuro-Genes_trend_WT-KO.pdf",
       width = 15, height = 9,
       device = "pdf",
       dpi = "retina")
```

```{r fig.dim=c(15,9), warning=FALSE}
Plot.Genes.trend(Seurat.data= WT.KO.integrated,
                 group.by = "Genotype",
                 genes= c("Gmnc", "Mcidas",
                          "Ccno", "Ccdc67",
                          "Foxj1", "Trp73",
                          "Lhx1", "Cdkn1a"))

ggsave("~/Bureau/Fig4_MM/Gmnc-Genes_trend_WT-KO.pdf",
       width = 15, height = 9,
       device = "pdf",
       dpi = "retina")
```

```{r warning=FALSE, fig.dim=c(5,2)}
CR <- WT.KO.integrated@meta.data %>% filter(Lineage == "Cajal-Retzius_neurons") %>% select(Barcodes,Pseudotime,orig.ident)

CR.genes <- as.data.frame(t(WT.KO.integrated@assays$RNA@data[c("Cacna2d2","Reln", "Nhlh2", "Ebf3"),CR$Barcodes]))
CR.genes$Pseudotime <- CR$Pseudotime
CR.genes$Genotype <- factor(CR$orig.ident, levels = c("Hem1", "Gmnc_KO") ) 

CR.genes  <- reshape2::melt(CR.genes, id = c("Pseudotime", "Genotype"))


ggplot(CR.genes, aes(x= Pseudotime, y= value)) +
  geom_smooth(method="loess", n= 50, aes(color= variable, linetype= Genotype)) +
  scale_color_manual(values= c(wes_palette("FantasticFox1")[1:3],wes_palette("FantasticFox1")[5])) +
  ylim(0,NA)

ggsave("~/Bureau/Fig4_MM/CR-Genes_trend_WT-KO.pdf",
       width = 5, height = 2,
       device = "pdf",
       dpi = "retina")
```

## Use monocle2 to model gene expression along cycling axis

```{r}
rm(list = ls()[!ls() %in% c("WT.KO.integrated")])
gc()
```

### Initialize a monocle object

```{r}
# Transfer metadata
Annot.data  <- new('AnnotatedDataFrame',
                   data = data.frame(Barcode= WT.KO.integrated$Barcodes,
                                     Lineage= WT.KO.integrated$Lineage,
                                     Pseudotime= WT.KO.integrated$Pseudotime,
                                     Phase= WT.KO.integrated$Phase,
                                     Genotype= WT.KO.integrated$orig.ident))

# Transfer counts data
var.genes <- WT.KO.integrated[["RNA"]]@var.features

feature.data <- new('AnnotatedDataFrame',
                    data = data.frame(gene_short_name = rownames(WT.KO.integrated[["RNA"]]@counts[var.genes,]),
                                      row.names = rownames(WT.KO.integrated[["RNA"]]@counts[var.genes,])))

# Create the CellDataSet object including variable genes only
gbm_cds <- newCellDataSet(WT.KO.integrated[["RNA"]]@counts[var.genes,],
                              phenoData = Annot.data,
                              featureData = feature.data,
                              lowerDetectionLimit = 0,
                              expressionFamily = negbinomial())
```

```{r message=FALSE, warning=FALSE, cache=TRUE}
gbm_cds <- estimateSizeFactors(gbm_cds)
gbm_cds <- estimateDispersions(gbm_cds)
gbm_cds <- detectGenes(gbm_cds, min_expr = 0.1)
```

```{r}
rm(list = ls()[!ls() %in% c("WT.KO.integrated", "gbm_cds")])
gc()
```

# Plot WT CR dynamic genes along WT and KO trajectories

## All CR enriched genes identified in the WT dataset

```{r cache=TRUE}
# Load WT CR variable genes along pseudotime
WT.CR.genes <- read.table("../CajalRetzius_trajectory/CR_dynamic_genes.csv", sep = ";", header = T)

# Extract CR lineage in both genotypes
CR.pData <- pData(gbm_cds) %>% subset(Lineage == "Cajal-Retzius_neurons")

# Create a new pseudotime vector of 300 points
nPoints <- 300

new_data = list()
for (Genotype in unique(CR.pData$Genotype)){
  new_data[[length(new_data) + 1]] = data.frame(Pseudotime = seq(min(CR.pData$Pseudotime), max(CR.pData$Pseudotime), length.out = nPoints), Genotype= Genotype)
}

new_data = do.call(rbind, new_data)

# Smooth gene expression
Diff.curve_matrix <- genSmoothCurves(gbm_cds[WT.CR.genes$Gene, CR.pData$Barcode],
                                      trend_formula = "~sm.ns(Pseudotime, df = 3)*Genotype",
                                      relative_expr = TRUE,
                                      new_data = new_data,
                                      cores= parallel::detectCores() - 2)
```

```{r}
Pseudotime.genes.clusters <- cluster::pam(as.dist((1 - cor(Matrix::t(Diff.curve_matrix[,301:600]),method = "pearson"))), k= 5)

CR.Gene.dynamique <- data.frame(Gene= names(Pseudotime.genes.clusters$clustering),
                                Waves= Pseudotime.genes.clusters$clustering,
                                Gene.Clusters = Pseudotime.genes.clusters$clustering) %>% arrange(Gene.Clusters)

row.names(CR.Gene.dynamique) <- CR.Gene.dynamique$Gene
CR.Gene.dynamique$Gene.Clusters <- paste0("Clust.", CR.Gene.dynamique$Gene.Clusters)
```

```{r}
# Order the rows using seriation
dst <- as.dist((1-cor(scale(t(Diff.curve_matrix[,301:600])), method = "pearson")))
row.ser <- seriation::seriate(dst, method ="R2E") #"R2E" #TSP #"GW" "GW_ward"
gene.order <- rownames(Diff.curve_matrix[,301:600][get_order(row.ser),])

# Set annotation colors
pal <- wes_palette("Darjeeling1")
anno.colors <- list(lineage = c(Gmnc_KO="#026c9a", Gmnc_WT="#cc391b"),
                    Gene.Clusters = c(Clust.1 =pal[1] , Clust.2=pal[2], Clust.3=pal[3], Clust.4=pal[4], Clust.5=pal[5]))


pheatmap::pheatmap(Diff.curve_matrix[gene.order,
                                c(300:1,#KO 
                                  301:600)], #WT
                   scale = "row",
                   cluster_rows = F,
                   cluster_cols = F,
                   annotation_row = CR.Gene.dynamique %>% dplyr::select(Gene.Clusters),
                   annotation_col = data.frame(lineage = rep(c("Gmnc_KO","Gmnc_WT"), each=300)),
                   annotation_colors = anno.colors,
                   show_colnames = F,
                   show_rownames = F,
                   fontsize_row = 8,
                   border_color = NA,
                   color =  viridis::viridis(9),
                   breaks = seq(-2.5,2.5, length.out = 9),
                   main = "")
```
```{r}
gene.order <- gene.order[c(382:622,1:381)]

heatmap.gene <- pheatmap::pheatmap(Diff.curve_matrix[gene.order,
                                    c(300:1,#Pal 
                                      301:600)], #CR
                       scale = "row",
                       cluster_rows = F,
                       cluster_cols = F,
                       annotation_row = CR.Gene.dynamique %>% dplyr::select(Gene.Clusters),
                       annotation_col = data.frame(lineage = rep(c("Gmnc_KO","Gmnc_WT"), each=300)),
                       annotation_colors = anno.colors,
                       show_colnames = F,
                       gaps_col = c(200,400),
                       show_rownames = F,
                       fontsize_row = 8,
                       border_color = NA,
                       color =  viridis::viridis(9),
                       breaks = seq(-2.5,2.5, length.out = 9),
                       main = "WT CR enriched genes along GmncKO and GmncWT CR trajectories")

pdf("~/Bureau/Fig4_MM/heatmap_Fig2Genes_WT-KO.pdf", width=5, height=5)
grid::grid.newpage()
grid::grid.draw(heatmap.gene$gtable)
dev.off()
```

```{r}
anno.colors <- list(Cell.state = c(Cycling_RG="#046c9a", Differentiating_cells="#ebcb2e"),
                    Gene.Clusters = c(Clust.1 =pal[1] , Clust.2=pal[2], Clust.3=pal[3], Clust.4=pal[4], Clust.5=pal[5]))

col.anno <- data.frame(Cell.state = rep(c("Cycling_RG","Differentiating_cells"), c(100,200)))
rownames(col.anno) <- 301:600

pheatmap::pheatmap(Diff.curve_matrix[gene.order,
                                c(301:600)], #CR
                   scale = "row",
                   cluster_rows = F,
                   cluster_cols = F,
                   annotation_row = CR.Gene.dynamique %>% dplyr::select(Gene.Clusters),
                   annotation_col = col.anno,
                   annotation_colors = anno.colors,
                   gaps_col = 100,
                   show_colnames = F,
                   show_rownames = F,
                   fontsize_row = 8,
                   border_color = NA,
                   color =  viridis::viridis(9),
                   breaks = seq(-2.5,2.5, length.out = 9),
                   main = "WT CR enriched genes along GmncKO and GmncWT CR trajectories")
```
```{r}
anno.colors <- list(Cell.state = c(Cycling_RG="#046c9a", Differentiating_cells="#ebcb2e"),
                    Gene.Clusters = c(Clust.1 =pal[1] , Clust.2=pal[2], Clust.3=pal[3], Clust.4=pal[4], Clust.5=pal[5]))

pheatmap::pheatmap(Diff.curve_matrix[gene.order,
                                c(1:300)], #CR
                   scale = "row",
                   cluster_rows = F,
                   cluster_cols = F,
                   annotation_row = CR.Gene.dynamique %>% dplyr::select(Gene.Clusters),
                   annotation_col = data.frame(Cell.state = rep(c("Cycling_RG","Differentiating_cells"), c(100,200))),
                   annotation_colors = anno.colors,
                   show_colnames = F,
                   show_rownames = F,
                   gaps_col = 100,
                   fontsize_row = 8,
                   border_color = NA,
                   color =  viridis::viridis(9),
                   breaks = seq(-2.5,2.5, length.out = 9),
                   main = "WT CR enriched genes along GmncKO CR trajectories")
```

```{r warning=FALSE}
CR <- WT.KO.integrated@meta.data %>% filter(Lineage == "Cajal-Retzius_neurons") %>% select(Barcodes,Pseudotime,orig.ident)

CR.genes <- as.data.frame(t(WT.KO.integrated@assays$RNA@data[c("Gmnc","Trp73", "Lhx1", "Barhl2"),CR$Barcodes]))
CR.genes$Pseudotime <- CR$Pseudotime
CR.genes$Genotype <- factor(CR$orig.ident, levels = c("Hem1", "Gmnc_KO") ) 

CR.genes  <- reshape2::melt(CR.genes, id = c("Pseudotime", "Genotype"))


ggplot(CR.genes, aes(x= Pseudotime, y= value)) +
  geom_smooth(method="loess", n= 50, aes(color= variable, linetype= Genotype)) +
  scale_color_manual(values= c(wes_palette("FantasticFox1")[1:3],wes_palette("FantasticFox1")[5])) +
  ylim(0,NA)

ggsave("~/Bureau/Fig4_MM/Medial-CR_Genes-trend_WT-KO.pdf",
       width = 5, height = 2,
       device = "pdf",
       dpi = "retina")
```

## TF only

```{r}
# Set annotation colors
pal <- wes_palette("Darjeeling1")
anno.colors <- list(lineage = c(Gmnc_KO="#026c9a", Gmnc_WT="#cc391b"),
                    Gene.Clusters = c(Clust.1 =pal[1] , Clust.2=pal[2], Clust.3=pal[3], Clust.4=pal[4], Clust.5=pal[5]))

TFs <- read.table("TF.csv", sep = ";")[,1]

gene.order <- gene.order[gene.order %in% TFs]

heatmap.gene <- pheatmap::pheatmap(Diff.curve_matrix[gene.order,
                                c(300:1,#KO 
                                  301:600)], #WT
                       scale = "row",
                       cluster_rows = F,
                       cluster_cols = F,
                       annotation_row = CR.Gene.dynamique %>% dplyr::select(Gene.Clusters),
                       annotation_col = data.frame(lineage = rep(c("Gmnc_KO","Gmnc_WT"), each=300)),
                       annotation_colors = anno.colors,
                       show_colnames = F,
                       show_rownames = T,
                       fontsize_row = 8,
                       border_color = NA,
                       color =  viridis::viridis(9),
                       breaks = seq(-2.5,2.5, length.out = 9),
                       main = "WT CR dynamic TFs along GmncWT and KO trajectories")
```

# DEG genes in the KO

## Find DEG in the KO

```{r cache=TRUE}
KO.pData <- pData(gbm_cds) %>% subset(Genotype == "Gmnc_KO")

pseudo.maturation.diff <- differentialGeneTest(gbm_cds[fData(gbm_cds)$num_cells_expressed > 80, KO.pData$Barcode], 
                                                 fullModelFormulaStr = "~sm.ns(Pseudotime, df = 3)*Lineage", 
                                                 reducedModelFormulaStr = "~sm.ns(Pseudotime, df = 3)", 
                                                 cores = parallel::detectCores() - 2)

# Filter genes based on FDR
pseudo.maturation.diff.filtered <- pseudo.maturation.diff %>% filter(qval < 1e-40)
```

```{r cache=TRUE}
# Create a new pseudo-DV vector of 300 points
nPoints <- 300

new_data = list()
for (Lineage in unique(KO.pData$Lineage)){
  new_data[[length(new_data) + 1]] = data.frame(Pseudotime = seq(min(KO.pData$Pseudotime), max(KO.pData$Pseudotime), length.out = nPoints), Lineage=Lineage)
}

new_data = do.call(rbind, new_data)

# Smooth gene expression
Diff.curve_matrix <- genSmoothCurves(gbm_cds[as.character(pseudo.maturation.diff.filtered$gene_short_name), KO.pData$Barcode],
                                      trend_formula = "~sm.ns(Pseudotime, df = 3)*Lineage",
                                      relative_expr = TRUE,
                                      new_data = new_data,
                                      cores= parallel::detectCores() - 2)
```

## Compute the ABC for each gene

```{r}
# Extract matrix containing smoothed curves for each lineages
Pal_curve_matrix <- Diff.curve_matrix[, 1:nPoints] #Pallial points
CR_curve_matrix <- Diff.curve_matrix[, (nPoints + 1):(2 * nPoints)] #CR points

# Direction of the comparison : postive ABCs <=> Upregulated in CR lineage
ABCs_res <- CR_curve_matrix - Pal_curve_matrix

# Average logFC between the 2 curves
ILR_res <- log2(CR_curve_matrix/ (Pal_curve_matrix + 0.1)) 
  
ABCs_res <- apply(ABCs_res, 1, function(x, nPoints) {
                  avg_delta_x <- (x[1:(nPoints - 1)] + x[2:(nPoints)])/2
                  step <- (100/(nPoints - 1))
                  res <- round(sum(avg_delta_x * step), 3)
                  return(res)},
                  nPoints = nPoints) # Compute the area below the curve
  
ABCs_res <- cbind(ABCs_res, ILR_res[,ncol(ILR_res)])
colnames(ABCs_res)<- c("ABCs", "Endpoint_ILR")

# Import ABC values into the DE test results table
pseudo.maturation.diff.filtered <- cbind(pseudo.maturation.diff.filtered[,1:4],
                                         ABCs_res,
                                         pseudo.maturation.diff.filtered[,5:6])
```

## KO Cajal-Retzius cells specific trajectory analysis

```{r}
# Extract Cajal-Retzius expressed genes
CR.res <- as.data.frame(pseudo.maturation.diff.filtered[pseudo.maturation.diff.filtered$ABCs > 0,])
CR.genes <- row.names(CR.res)

CR_curve_matrix <- CR_curve_matrix[CR.genes, ]
```

```{r}
Pseudotime.genes.clusters <- cluster::pam(as.dist((1 - cor(Matrix::t(CR_curve_matrix),method = "pearson"))), k= 5)

CR.Gene.dynamique <- data.frame(Gene= names(Pseudotime.genes.clusters$clustering),
                                 Waves= Pseudotime.genes.clusters$clustering,
                                 Gene.Clusters = Pseudotime.genes.clusters$clustering,
                                 q.val = CR.res$qval,
                                 ABCs= CR.res$ABCs
                                 ) %>% arrange(Gene.Clusters)

row.names(CR.Gene.dynamique) <- CR.Gene.dynamique$Gene
CR.Gene.dynamique$Gene.Clusters <- paste0("Clust.", CR.Gene.dynamique$Gene.Clusters)

write.table(CR.Gene.dynamique, "KO_CR_dynamic_genes.csv", sep = ";", quote = F, row.names = F)
```

```{r}
# Order the rows using seriation
dst <- as.dist((1-cor(scale(t(CR_curve_matrix)), method = "pearson")))
row.ser <- seriation::seriate(dst, method ="R2E") #"R2E" #TSP #"GW" "GW_ward"
gene.order <- rownames(CR_curve_matrix[get_order(row.ser),])

# Set annotation colors
pal <- wes_palette("Darjeeling1")
anno.colors <- list(lineage = c(KO_Pallial_neurons="#026c9a", KO_Cajal_Retzius="#cc391b"),
                    Gene.Clusters = c(Clust.1 =pal[1] , Clust.2=pal[2], Clust.3=pal[3], Clust.4=pal[4], Clust.5=pal[5]))


pheatmap::pheatmap(Diff.curve_matrix[gene.order,
                                c(300:1,#Pal 
                                  301:600)], #CR
                   scale = "row",
                   cluster_rows = F,
                   cluster_cols = F,
                   annotation_row = CR.Gene.dynamique %>% dplyr::select(Gene.Clusters),
                   annotation_col = data.frame(lineage = rep(c("KO_Pallial_neurons","KO_Cajal_Retzius"), each=300)),
                   annotation_colors = anno.colors,
                   show_colnames = F,
                   show_rownames = F,
                   fontsize_row = 8,
                   color =  viridis::viridis(9),
                   breaks = seq(-2.5,2.5, length.out = 9),
                   main = "")
```

```{r}
pheatmap::pheatmap(Diff.curve_matrix[gene.order[c(235:1,292:236)],
                                c(300:1,#Pal 
                                  301:600)], #CR
                   scale = "row",
                   cluster_rows = F,
                   cluster_cols = F,
                   annotation_row = CR.Gene.dynamique %>% dplyr::select(Gene.Clusters),
                   annotation_col = data.frame(lineage = rep(c("KO_Pallial_neurons","KO_Cajal_Retzius"), each=300)),
                   annotation_colors = anno.colors,
                   show_colnames = F,
                   show_rownames = F,
                   fontsize_row = 8,
                   color =  viridis::viridis(9),
                   breaks = seq(-2.5,2.5, length.out = 9),
                   main = "")
```


# Session Info

```{r}
#date
format(Sys.time(), "%d %B, %Y, %H,%M")

#Packages used
sessionInfo()
```